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The aim of the paper is to apply the boundary element method to solve the problem of the Stokes flow, in fact to solve the second step in ap- plying this method, the system of
Next, we prove bounds for the dimensions of p-adic MLV-spaces in Section 3, assuming results in Section 4, and make a conjecture about a special element in the motivic Galois group
The special case of exponentially distributed random variables was studied by Engel and Leuenberger (2003): Such random variables satisfy the first digit law only ap- proximatively,
In order to identify the limit, we shall characterize the limit as the unique solution of the aforementioned SDE-like equation (cf. the initial position of a reflected Brownian
We show how an initial-boundary problems for a 4-th order parabolic differential equation can be represented by BP P with various boundary conditions for the two particles:
For those readers that are not familiar with the theory of multi armed bandits and multi parameter time changes, we provide another weak solution, which follows along the lines of
Srivastava and Saigo (see [16]) have studied in their paper multiplication of frac- tional calculus operator and boundary value problems involving the Euler-Darboux equation and
In recent years, the Cauchy problems associated with the Helmholtz equation have been studied by using different numerical methods, such as the Landweber method with boundary